July 21st, 2013, 12:43 pm
QuoteOriginally posted by: farmerIn my experience, the only way to figure this out is with simulation. It is very hard to make a simulation accurate. But it will help you think about the inputs which will dictate the correct approach.For example, consider a mean-reverting strategy. You believe prices will chop up and down, but longs and shorts will get screwed so that prices end up back where they started. Suppose the price starts rising above the average. Every dollar you sell short will be a dollar you won't have an opportunity to sell short with IF the price rises even higher before coming back down. So you are taking a 60% chance of making $2 and losing a 50% chance of a 60% chance of making $3. But you may also be taking a 50% chance of going down $1 before making $2, and passing up a chance to make $3 with only a 25% chance of losing $1 first. So if you feel safer to take more leverage if you wait for the $3, you may be losing a 50% chance of a 60% chance of making $5.It is very difficult to balance all these things in your head. So you need to make a simulation that somewhat represents the possible paths of the price, and their probabilities. A simulation should include at least four paths, and the probability of each path unfolding. Then the computer will see how each strategy fares in profit and variance.Suppose you are buying a stock because you expect earnings surprise. You will want to buy right before the earnings come out, to minimize pointless variance. But after, you may have alternate paths where the stock jumps then go sideways, the stock jumps then goes up a little more over the next few hours, or the stock jumps, and is very volatile but with a small upside bias after the initial jump. So how do you figure out how long to hold the stock after the jump, depending on the probability of different amounts of randomness and the probability of different amounts of bias? For me, the simplest approach is to do a simulation.Thanks Farmer, that is a great idea to run a computer simulation with at least 4 scenarios. That still sounds very complicated, I assume you'd have to be very careful making your scenarios... I mean, if the stock were at $10 you could have a scenario where it gaps down to .01 but the odds of that are very slim. I guess it comes down to just doing your best to make the right scenarios to approximate the most likely outcomes in accordance to the right probability distribution associated with estimated future volatility... Who ever said trading was easy? lolQuoteOriginally posted by: acastaldo2. and 3. represent two very different styles of trading, the "mean reversion" and the "trend following" styles. Neither is right or wrong; in an efficient market they both have zero expected return but very different probability distribution of P&L (roughly speaking the meanrev has negative skewness and the trendfllwg has positive skewness). In real life the expected return is probably holding time and market specific; you would have to analyse a lot of data to determine which is better, as Farmer suggested, and it depends on the strategy (i.e. what "anomaly" are you triyng to capture). For what it is worth my impression is that short term equity traders follow the mean reversion style while currency traders are more often trendfollowing. Until you come to your own conclusion you could keep it simple and use method 1.This really made me think... Depending on the trade, my approach could be either mean reverting or trend following. I might be best off using different entry strategies depending on the trade, or perhaps even adopt characteristics of both strategies. Thanks acastaldo!